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Temperature-explicit formulation of energy equation for thermal-hydraulic analyses

机译:热工水力分析的温度方程式

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A temperature equation which is derived from an enthalpy transport equation by using an assumption of a constant specific heat is very attractive for analyses of heat and fluid flows. It can be used for an analysis of a solid-fluid conjugate heat transfer, and it does not need a numerical method to obtain temperature from a temperature-enthalpy relation. But its application is limited because of the assumption. A new method is derived in this study, which is a temperature-explicit formulation of the energy equation. The enthalpy form of the energy equation is used in the method. But the final discrete form of the equation is expressed with temperature. The discretized equation from the temperature-explicit formulation can be used for a heat transfer analysis in a solid-fluid coupled region without any special treatment at the solid-fluid interface. And it can be applied for multiphase flows with a real gas effect. It is found by numerical tests in this study that the proposed method is very efficient and as accurate as the standard enthalpy formulation.
机译:通过使用恒定比热的假设从焓传递方程导出的温度方程对于分析热和流体流动非常有吸引力。它可以用于固-流体共轭传热的分析,不需要通过数值方法从温度-焓关系获得温度的方法。但是由于该假设,其应用受到限制。在这项研究中得出了一种新方法,它是能量方程的温度显式公式。该方法使用能量方程式的焓形式。但是方程的最终离散形式是用温度表示的。来自温度-显式公式的离散方程式可用于固-液耦合区域中的传热分析,而无需在固-液界面进行任何特殊处理。它可以应用于具有真正气体效应的多相流。通过本研究中的数值测试发现,所提出的方法非常有效且与标准焓公式一样准确。

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